In this paper a linear analysis is presented for the coupled vertical, longitudinal and lateral oscillations of a cable with a small sag-to-span ratio. Generally, the lateral oscillations are treated as uncoupled from the motion in the other directions. In the present study it is shown that existence of initial lateral displacement can induce coupling of all the oscillations in the three directions. The effect of a periodic component in the lateral load on the dynamic stability of the cable is also investigated
In the finite motions of a suspended elastic cable the in-plane and out-of-plane oscillations are co...
A semi-active optimal control method for the parametrically excited instability of stay cables is de...
This paper presents a model formulation capable of analyzing large-amplitude free vibrations of a su...
In this paper a linear analysis is presented for the coupled vertical, longitudinal and lateral osci...
The coupled non-linear equations of motion of a sagged cable in its first symmetric mode of in-plane...
It is well known that small periodic vibrations of a cable support through its axial direction produ...
The nonlinear characteristics in the large amplitude three-dimensionalfree vibrations of inclined sa...
Partial differential equations of motion suitable to study moderately large free oscillations of an ...
Dynamic stability of planar, linear response of a suspended cable driven by harmonic end-load are pr...
A two-degree-of-freedom non-linear elastic model is considered to analyze the effects of non-lineari...
Parametric Resonance Vibration in cables of cable-stayed bridges is mainly studied when the excitati...
An investigation is made of the static and dynamic response of simple cable systems to applied load....
AbstractCables are often prone to potentially damaging large amplitude vibrations. The dynamic excit...
This research investigates the nonlinear behavior and stability of an elastic suspended cable system...
A theoretical model is derived which describes the non-linear response of a suspended elastic cable ...
In the finite motions of a suspended elastic cable the in-plane and out-of-plane oscillations are co...
A semi-active optimal control method for the parametrically excited instability of stay cables is de...
This paper presents a model formulation capable of analyzing large-amplitude free vibrations of a su...
In this paper a linear analysis is presented for the coupled vertical, longitudinal and lateral osci...
The coupled non-linear equations of motion of a sagged cable in its first symmetric mode of in-plane...
It is well known that small periodic vibrations of a cable support through its axial direction produ...
The nonlinear characteristics in the large amplitude three-dimensionalfree vibrations of inclined sa...
Partial differential equations of motion suitable to study moderately large free oscillations of an ...
Dynamic stability of planar, linear response of a suspended cable driven by harmonic end-load are pr...
A two-degree-of-freedom non-linear elastic model is considered to analyze the effects of non-lineari...
Parametric Resonance Vibration in cables of cable-stayed bridges is mainly studied when the excitati...
An investigation is made of the static and dynamic response of simple cable systems to applied load....
AbstractCables are often prone to potentially damaging large amplitude vibrations. The dynamic excit...
This research investigates the nonlinear behavior and stability of an elastic suspended cable system...
A theoretical model is derived which describes the non-linear response of a suspended elastic cable ...
In the finite motions of a suspended elastic cable the in-plane and out-of-plane oscillations are co...
A semi-active optimal control method for the parametrically excited instability of stay cables is de...
This paper presents a model formulation capable of analyzing large-amplitude free vibrations of a su...